sustainability
Article Comparison of the Spatiotemporal Dynamics of Land Use Changes in Four Municipalities of China Based on Intensity Analysis
Siqin Tong 1,2, Gang Bao 1,3, Ah Rong 1, Xiaojun Huang 1,3, Yongbin Bao 4 and Yuhai Bao 1,3,*
1 College of Geographical Science, Inner Mongolia Normal University, Hohhot 010022, China; [email protected] (S.T.); [email protected] (G.B.); [email protected] (A.R.); [email protected] (X.H.) 2 Inner Mongolia Key Laboratory of Disaster and Ecological Security on the Mongolian Plateau, Inner Mongolia Normal University, Hohhot 010022, China 3 Inner Mongolia Key Laboratory of Remote Sensing and Geographic Information Systems, Inner Mongolia Normal University, Hohhot 010022, China 4 School of Environment, Northeast Normal University, Changchun 130024, China; [email protected] * Correspondence: [email protected]; Tel.: +86-133-1471-9512
Received: 18 March 2020; Accepted: 29 April 2020; Published: 2 May 2020
Abstract: Land use/cover change (LUCC) is becoming one of the most important and interesting problems in the study of global environmental change. Identifying the spatiotemporal behavior and associated driving forces behind changes in land use is crucial for the regional sustainable utilization of land resources. In this study, we consider the four municipalities of China (Beijing, Tianjin, Shanghai, and Chongqing) and compare their spatiotemporal changes in land use from 1990 to 2015 by employing intensity analysis and barycenter migration models. We then discuss their driving forces. The results show that the largest reduction and increase variations were mainly concentrated in arable and construction land, respectively. The decrement and increment were the largest in Shanghai, followed by Beijing and Tianjin, and the least in Chongqing. Furthermore, the results of the barycenter migration model indicate that in addition to Beijing, the migration distances of construction land were longer than those of arable land in three other cities. Moreover, the application of intensity analysis revealed that the rate of land use change was also the greatest in Shanghai and the slowest in Chongqing during the whole study period, with all of their arable land being mainly transformed into construction land. The driving force analysis results suggest that the spatial and temporal patterns of land use change were the results of the socio-economic development, national policies, and major events. In other words, where there was a high rate of economic and population growth, the intensity of land use change was relatively large.
Keywords: land use/cover change; spatiotemporal changes; intensity analysis; driving forces; municipalities
1. Introduction Land use/cover change (LUCC) has been recognized as an important part of global climate change and global environmental change research [1,2]. As the most direct signal of the impact of human activities on the Earth’s surface and the natural ecosystem, it is the link between human socio-economic activities and ecological processes [3]. This process is closely related to the terrestrial surface material cycle and life process, affecting biosphere–atmosphere interactions, biodiversity, biogeochemical cycles, and the sustainable utilization of resources and the environment [4]. In the combined system of Population–Resources–Environment–Development (PRED), land resources are
Sustainability 2020, 12, 3687; doi:10.3390/su12093687 www.mdpi.com/journal/sustainability Sustainability 2020, 12, 3687 2 of 21 immovable and non-renewable, placing land characteristics in a central position [5]. With the growth of land development and utilization, the pattern, depth, and intensity of land use are constantly changing, which makes the associated ecological and social problems increasingly serious [6–8]. The International Geosphere–Biosphere Program (IGBP) and the International Human Dimensions Program on Global Environmental Change (IHDP) proposed a detailed LUCC research plan in 1995, which focused on land use/land cover dynamics research at regional and global scales [9]. The formulation of this plan established the direction for research into LUCC throughout the world. LUCC often reflect the relationships between humanity and nature [1]. LUCC is increasingly considered as a key and urgent research topic in the study of global environmental change [10]. It plays an important role in the study of global climate change, the carbon cycle, food security, biodiversity, etc. [11–13]. LUCC is affected by both natural and human activities, while displaying certain regularity [14]. The analysis of LUCC dynamics, the exploration of the associated driving factors, and the associated processes are helpful in understanding the ecosystem services and the changes of the earth system functions. It will also help to guide regional sustainable development [15]. At present, the study of LUCC mainly involves three aspects: (i) The study of land use evolution trends, including trends in the extent, magnitude, and spatial evolution of such changes [16,17], (ii) the analysis of the driving mechanisms behind LUCC [18,19], and (iii) the development of relevant models based on the change processes to undertake simulations and to make predictions about LUCC [20–22]. The monitoring of dynamic land use processes is the basis of the analysis of the driving forces and the simulated predictions, which are of great significance for further research into LUCC [23,24]. The common methods of land use dynamics analysis include the transfer matrix method, mathematical statistics, the structural parameter method, and landscape pattern feature analysis [25]. The transfer matrix is a two-dimensional matrix and is obtained from the transformation relationship of land use status for different phases of the same area. It allows transformation information to be obtained about the location and change in areas of different land types at two time phases [26], and has been widely used in LUCC analysis [25–29]. In addition, there are two special methods that have become popular, namely the land use dynamic degree model and intensity analysis [30–36]. The land use dynamic degree model can be divided into single land use dynamic degree and comprehensive land use dynamic degree. These can quantitatively describe the change rate of land use and play an important role in comparing the regional differences in LUCC and in predicting future trends [30–34]. The concept of intensity analysis, first proposed in 2012 [35,36], is from the perspective of system theory, and is based on the transfer matrix of land use area from different periods. It calculates the conversion area and the changing intensity among land types at the interval level, category level, and transition level. Recently, many researchers have used intensity analysis for LUCC studies [35–39], where it has been shown that it is superior to the dynamic degree model, since the dynamic degree model can only calculate the loss intensity, while intensity analysis can calculate the contribution rate of each category to the total change, the loss and gain of different categories, their intensities for each period, and the conversion extent and intensity between each category [40]. The aggravation of human economic activities and the extensive urbanization processes currently underway largely cause the change of urban land use patterns and even led to land use patterns that are contrary to natural trends [41]. These directly or indirectly change the structure and function of the landscape ecosystem, and have a profound impact on regional biodiversity and ecological processes [42,43]. As the most obvious change of the natural landscape, the process of urban land use change has become an important issue for scientists, planners, and decision makers. Land use changes in the four special municipalities of China, namely Beijing, Tianjin, Shanghai, and Chongqing, have received considerable attention. For example, it has been found that between 1999 and 2017, the built-up area increased and arable and forest land decreased in Beijing [44], where more than 10% of the cropland areas were transformed into built-up areas [45]. This is the main characteristic of land use change in Shanghai, where the expansion of the urban construction land occupied vast areas of farmland and forest land [46]. The proportion of unused land and cultivated land decreased Sustainability 2020, 12, 3687 3 of 21 rapidly, and the proportion of forest land and residential areas increased at a high rate in Chongqing between 1997 and 2009 [47]. However, there has not been a systematic comparative analysis for LUCC considering these four areas together. Therefore, the purpose of this study is using the intensity analysis method to study (a) the land use change over time and space in these four municipalities; (b) the comparison of the speed of land use change (fast or slow); (c) the transformation between each land use category and whether they are active or not; and (d) the discussion of the driving forces behind the associated land use changes. This will provide a reference for developing land use plans, land protection policies, optimizing land utilization structures, and coordinating social and economic development and preserving the ecological environment.
2. Materials and Methods
2.1. Study Area Municipalities are the most important provincial administrative regions in many countries. They usually play an important role in the political, economic, and cultural life of the country. Becoming a municipality in China requires certain conditions to be met, such as: (a) It has obvious advantages in location, economy, and politics, and its economic volume is higher than other major cities in China, (b) the population is not less than 2 million, (c) it has a certain economic basis, at least to reach the level of self-sufficiency, which is convenient for future government regulation and control, etc. At present, China has four municipalities (i.e., Beijing, Shanghai, Tianjin, and Chongqing); Chongqing became a municipality in 1949, and the other three cities were already municipalities in 1949. As the capital of China, Beijing is the center of political, cultural, and international exchange in China, along with having substantial international influence. It has a population of about 21.8 million and had a GDP of 3631 billion USD in 2015. It is located from around 39◦28’ to 41◦05’N, and 115◦25’ to 2 117◦30’E, with a total area of 16,800 km , of which 61.4% is mountainous, being generally high in the northwest and low in the southeast (Figure1). Tianjin is adjacent to Beijing, and it is the economic center of the Bohai Rim region, with a total area of 11,917.26 km2, a population of 13 million, and a GDP of 2530 billion USD in 2015. Shanghai is the economic, financial, trade, and shipping center of China. 2 Located around 120◦51’ to 122◦12’E and 30◦40 to 31◦53’N, with a total area of 6341 km , it is situated in the middle of the coastline of China’s Yangtze River Estuary, and is China’s largest foreign trade port and largest industrial base. Its GDP reached 3986 billion USD in 2015. Chongqing is located at the intersection of the Yangtze River and Jialing River, and is an important industrial and commercial city in southwest China, being located at the junction of economic development in central and western China, between 105◦11’ and 110◦11’E and 28◦10’ to 32◦13’N. Its terrain is dominated by low mountains and hills, with a total area of 82,400 km2. Among the four municipalities, it has the largest population and the lowest GDP, with a population of about 30.5 million and a GDP of 2500 billion USD in 2015. Sustainability 2020, 12, 3687 4 of 21 Sustainability 2019, 11, x FOR PEER REVIEW 4 of 21
Figure 1. Figure 1. TheThe locations locations and and topographies topographies of the of study the areas—Beijing,study areas—Beijing, Tianjin, Shanghai,Tianjin, andShanghai, Chongqing. and 2.2. DataChongqing. Sources and Methodology
2.2.2.2.1. Data Data Sources Source and Methodology
2.2.1. TheData LUCC Source data for 1990, 1995, 2000, 2005, 2010, and 2015 were provided by the Data Center for Resources and Environmental Sciences, Chinese Academy of Sciences (RESDC) (http://www.resdc.cn), withThe a 1 LUCC km spatial data for resolution. 1990, 1995, The 2000, primary 2005, 2010, sources and 2015 of the were LUCC provided dataset by in the the Data RESDC Center were for ResourcesLandsat Thematic and MapperEnvironmental/ Enhanced Sciences, Thematic MapperChinese (TM /AcademyETM) images. of TheSciences land use data(RESDC) were (http://www.resdc.cn),obtained by image processing, with a 1 human–machinekm spatial resolution. interaction The primary interpretation, sources dynamicof the LUCC extraction, dataset and in thefield RESDC investigation were Landsat verification. Thematic Mapper/ Enhanced Thematic Mapper (TM/ETM) images. The land Theuse datasetdata were starts obtained with the by national image landproces usesing, database human–machine with a scale ofinteraction 1:100,000, interpretation, using the fast dynamicextraction extraction, method of and human–computer field investigation interaction verification. based on Landsat images with land interpretation symbol,The anddataset then starts updates with to thethe databasenational everyland use five database years. (a) Forwith the a scale spatial of resolution, 1:100,000, takingusing thethe 1fast km extractionraster background method of data human–computer and interpreted interaction land use vector based data on asLandsat the basis images of land with use land dynamic interpretation division, symbol,the spatial and accuracy then updates can be to guaranteed the database on theevery basis five of years. eliminating (a) For the the scale spatial effect resolution, of spatial taking data. By the the 1 kmvector raster and background raster overlaying, data and cutting interpreted can be land used use to obtainvector thedata land as the use basis type distributionof land use dynamic and area division,in each raster the spatial grid [48accuracy]. (b) In can the be specific guaranteed operation on the for basis the updateof eliminating of the database, the scale foreffect example, of spatial by data.comparing By the thevector images and ofraster 2005 overlaying, and 2010, based cutting on can the be land used use to classification obtain the land data use of 2005,type distribution the dynamic andinformation area in each coding raster of land grid use [48]. change (b) In is determinedthe specific andoperation plotted, for which the update reflects of the the land database, use types for of example,the changed by comparing land in 2005 the and images 2010 of at 2005 the same and 2010, time. based (c) In on order the toland ensure use classification the interpretation data of quality 2005, theand dynamic consistency information of the acquired coding data, of land a unified use change quality is check determined and data and integration plotted, which are carried reflects out the for landeach use dataset. types A of large the numberchanged of land field in survey 2005 recordsand 201 and0 at photographsthe same time. are (c) obtained In order in theto ensure early stage the interpretationof research and quality development and consistency of each dataset, of the mostly acquired autumn data, in the a northunified area quality and spring check in and the southdata integrationarea. Then, are the carried accuracy out of for field each survey dataset. and A field larg recordse number is verified of field bysurvey random records sampling and photographs according to arethe obtained proportion in ofthe 10% early of stage the counties. of research The and comprehensive development evaluation of each dataset, accuracy mostly of the autumn major class in the of northland usearea type and isspring 94.3%, in andthe south more area. than Then, 91.2% the for accu theracy secondary of field subclasses survey and of field land records use types is verified [48,49]. byThe random flowchart sampling of the data according acquisition to the process proportion is shown of in 10% Figure of2 .the counties. The comprehensive evaluation accuracy of the major class of land use type is 94.3%, and more than 91.2% for the
Sustainability 2019, 11, x FOR PEER REVIEW 5 of 21 secondary subclasses of land use types [48,49]. The flowchart of the data acquisition process is shown in Figure 2. The original dataset contains 6 major classes and 25 secondary subclasses. This dataset provides convenient and effective data support for the study of land use changes and is widely used by scholars in China [48,49]. In this study, the land use types are reclassified into arable land, forest land, grassland, water, construction land, and unused land, so as to study and analyze the distribution characteristics, spatiotemporal evolution, and driving forces of land use change and evolution. The Sustainability 2020, 12, 3687 5 of 21 socio-economic data were downloaded from the National Bureau of Statistics (http://www.stats.gov.cn/).
Figure 2. TheThe flowchart flowchart of generation of the land use raster data with 1 km resolution.
2.2.2.The Barycenter original Migration dataset contains Model 6 major classes and 25 secondary subclasses. This dataset provides convenient and effective data support for the study of land use changes and is widely used by scholars in ChinaThe [barycenter48,49]. In this migration study, the model land useof land types use are ca reclassifiedn effectively into describe arable land, the forestspatial land, and grassland,temporal water,evolution construction of land use land, types and [50]. unused By understanding land, so as to studythe distribution and analyze centers the distribution of various land characteristics, use types spatiotemporalin each study period, evolution, we andcan find driving the forcesspatial of chan landge use of changeland use. and The evolution. barycenter The coordinates socio-economic are datagenerally were represented downloaded by from longitude the National and latitude, Bureau and of Statistics are given (http: by [51]://www.stats.gov.cn /).
2.2.2. Barycenter Migration Model 𝑋 𝐶 𝑋 / 𝐶 (1) The barycenter migration model of land use can effectively describe the spatial and temporal evolution of land use types [50]. By understanding the distribution centers of various land use types in 𝑌 𝐶 𝑌 / 𝐶 (2) each study period, we can find the spatial change of land use. The barycenter coordinates are generally represented by longitude and latitude, and are given by [51]: where 𝑋 and 𝑌 are the longtitude and latitude of the center of a certain land use type in the t-th m m year, 𝐶 , 𝑋 , and 𝑌 are the area, longitude, Xand latitudeX values, respectively, of the i-th patch in the t-th year, and 𝑚is the total number ofX patchest = (ofC tiaX certaini)/ landCti use type. (1) = = The measurement of the interannual distancei 1 of thei 1movement of a land use type’s barycenter is calculated as follows [52]: Xm Xm Yt = (CtiYi)/ Cti (2) 𝐷 𝐶• 𝑋i=1 𝑋 𝑌i=1 𝑌 (3) ′ ′ ′ where Xt and Yt are the longtitude and latitude of the center of a certain land use type in the t-th year, Cwhereti, Xi, Dand representsYi are the the area, barycenter longitude, migratio and latituden distance values, of land respectively, use from oftime the ti -thto patch𝑡 , (𝑋 in,𝑌 the ) andt-th year,(𝑋 ,𝑌 and) arem theis geographical the total number coordinates of patches of ofthe a barycenter certain land at use these type. times, and C is a constant equal to 111.111The and measurement is the coefficient of the interannualof converting distance the geog ofraphical the movement coordinate of a landunit useinto type’s the plane barycenter distance is calculated(km). as follows [52]: 1 h 2 2i 2 Dt t = C (Xt Xt) + (Yt Yt) (3) 0− • 0 − 0 − where D represents the barycenter migration distance of land use from time t to t0,(Xt0 , Yt0 ) and (Xt, Yt) are the geographical coordinates of the barycenter at these times, and C is a constant equal to 111.111 and is the coefficient of converting the geographical coordinate unit into the plane distance (km). Sustainability 2020, 12, 3687 6 of 21
2.2.3. Intensity Analysis Intensity analysis is a quantitative method used to analyze maps of land categories from several points in time for a single site by considering cross-tabulation matrices, where one matrix summarizes the change at each time interval. It is called “Intensity Analysis” because the method accounts for the intensity of land transitions while answering the following three interrelated questions by examining the degree to which changes are non-uniform at three levels: Interval, category, and transition, to answer the following three questions, respectively: (1) Over what time intervals is the annual rate of overall change relatively slow versus fast? (2) Given the answer to question 1, which land categories are relatively dormant versus active at a given time? (3) Given the answers to questions 1 and 2, which transitions are intensively avoided versus targeted by a given land category over a given time interval? The interval intensity analysis computes the total change size and rate over each time interval, and compares the change rate with a uniform rate of change [35–39]. This is calculated by Equations (4) and (5): PT 1 PJ hPJ i PJ PJ − C C / C t=1 j=1 i=1 tij − tjj j=1 i=1 tij U = 100% (4) YT Y × − 1 where U is the value of a uniform line for time intensity analysis, Ctij represents the areas that transition from category i at time Yt to category j at time Yt+1 (the same below), J is the number of land use categories (the same below), T is the number of time points, t is the index for a time point, which ranges from 1 to T 1, Yt is the year at time point t (the same below), i is the index for a land use − category at an initial time, and j is the index for a land use category at a final time. This is continued by considering the following: PJ hPJ i PJ PJ C C / C j=1 i=1 tij − tjj j=1 i=1 tij St = 100% (5) Y + Yt × t 1 − where St is the annual intensity of change for time interval [Yt, Yt+1]. The category level of intensity analysis examines how the intensity of change varies among the land use categories. It computes the intensity of annual gross gains and losses for each category, and then compares them with a uniform intensity. Calculated by Equations (6) and (7), this is expressed as: h i PJ ( ) i= Ctij Ctij / Yt+1 Yt G = 1 − − 100% (6) tj PJ × i=1 Ctij where Gtj is the annual intensity of gross gain of category j for time interval [Yt, Yt+1], and PJ C C /(Y + Yt) j=1 tij − tii t 1 − L = 100% (7) ti PJ × j=1 Ctij where Lti is the annual intensity of gross loss of category i for time interval [Yt, Yt+1]. The transition level of intensity analysis analyzes the intensity of any given transition from one category to another and examines it for a particular time interval when conversion is strong. This is calculated by Equations (8)–(10): h i PJ ( ) i= Ctin Ctnn / Yt+1 Yt W = 1 − − 100% (8) tn PJ hPJ i C C × j=1 i=1 tij − tnj Sustainability 2019, 11, x FOR PEER REVIEW 7 of 21
𝐶 ⁄ 𝑌 𝑌 𝑅 100% (9) ∑ 𝐶 where 𝑅 is the annual intensity of transition from category i to category n during time interval [𝑌 ,𝑌 ], and